论文标题
狄拉克出生的犯罪和黑洞热力学
Dirac-Born-Infeld Counter-Term and Black Hole Thermodynamics
论文作者
论文摘要
我们重新审视了四维重力理论的狄拉克出生的式式边界违反期限。我们表明，它正确地执行了渐近广告和渐近平坦的几何形状的完整背景减法。通过合适的合奏选择，我们通过研究截止表面上的局部热力学来重现二代黑洞热力学，并具有两种类型的渐近学。
We revisit the Dirac-Born-Infeld--like boundary counter-term for four dimensional theory of gravity. We show that it correctly executes complete background subtraction for both asymptotically AdS and asymptotically flat geometries. With an appropriate choice of ensemble, we reproduce dyonic black hole thermodynamics with both types of asymptotics by studying local thermodynamics on the cut-off surface.
